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有限长圆柱绕流气动噪声源特性分析 被引量:6
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作者 杨志刚 刘洋 王毅刚 《声学技术》 CSCD 北大核心 2019年第1期5-14,共10页
气动噪声源的能级、分布特性及其产生根源还不够清晰。以有限长三维圆柱绕流为研究对象,基于声源方程分析气动噪声源的种类构成及其与气动参数的关系,通过数值计算得到可压非定常流场,利用气动参数定量计算圆柱顶部、中部和底部的声源... 气动噪声源的能级、分布特性及其产生根源还不够清晰。以有限长三维圆柱绕流为研究对象,基于声源方程分析气动噪声源的种类构成及其与气动参数的关系,通过数值计算得到可压非定常流场,利用气动参数定量计算圆柱顶部、中部和底部的声源大小分布,研究声源的分布特性和产生根源。结果表明,在有限长圆柱绕流场中,以偶极子声源为主,单极子声源可以忽略不计,四极子源项的值比偶极子小1~2个数量级。偶极子主要分布在来流分离点及圆柱后壁面湍流涡二次碰撞区域,四极子主要分布在来流分离点及其向后拖曳区域。偶极子声源主要由于圆柱两侧涡脱落处的脉动压力在横向(y方向)上的二阶梯度引起。以上结果为气动噪声控制的进一步研究提供了借鉴和参考。 展开更多
关键词 气动噪 有限长圆柱 声源方程 偶极子
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A unified theory for gas dynamics and aeroacoustics in viscous compressible flows.Part I.Unbounded fluid 被引量:1
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作者 Feng Mao Linlin Kang +1 位作者 Luoqin Liu Jiezhi Wu 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2022年第7期65-79,I0002,共16页
This paper presents a deep reflection on the advective wave equations for velocity vector and dilatation discovered in the past decade.We show that these equations can form the theoretical basis of modern gas dynamics... This paper presents a deep reflection on the advective wave equations for velocity vector and dilatation discovered in the past decade.We show that these equations can form the theoretical basis of modern gas dynamics,because they dominate not only various complex viscous and heat-conducting gas flows but also their associated longitudinal waves,including aero-generated sound.Current aeroacoustics theory has been developing in a manner quite independently of gas dynamics;it is based on the advective wave equations for thermodynamic variables,say the exact Phillips equation of relative disturbance pressure as a representative one.However,these equations do not cover the fluid flow that generates and propagates sound waves.In using them,one has to assume simplified base-flow models,which we argue is the main theoretical obstacle to identifying sound source and achieving effective noise control.Instead,we show that the Phillips equation and alike is nothing but the first integral of the dilatation equation that also governs the longitudinal part of the flow field.Therefore,we conclude that modern aeroacoustics should merge back into the general unsteady gas dynamics as a special branch of it,with dilatation of multiple sources being a new additional and sharper sound variable. 展开更多
关键词 Gas dynamics-aeroacoustics viscous compressible flow Advective wave equations Thermodynamic variables DILATATION Process splitting and coupling
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